%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NEWS-EXTRA-JUL 17
2017-07-27T17:11:28-03:00
2017-07-27T17:11:28-03:00
2017-07-27T17:11:28-02:00
Adobe Illustrator CS6 (Windows)
256
120
JPEG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uuid:26d99899-abe3-4d9b-8f7f-d5bb01f8ef19
xmp.did:6FC914A7C672E7118065DFA938648368
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:6EC914A7C672E7118065DFA938648368
xmp.did:6EC914A7C672E7118065DFA938648368
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:56D9CD61625DE5119C71AECCB0E96B43
2015-09-17T14:34:43-03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6FC914A7C672E7118065DFA938648368
2017-07-27T17:11:10-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\IMG_20160119_113712.jpg
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\IMG-20160218-WA0158.jpg
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\mineracao 02.jpg
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\IMG_24072017_152359_0.png
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\mineracao 01.jpg
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\tecnologia-na-mineraУЇУЃo-correia-transportadora.jpg
EmbedByReference
\\192.168.1.248\marketing\SIDRASUL\SINETAMER\EXTRA\NEWS JUL-2017\mineracao 03.jpg
EmbedByReference
\\192.168.1.248\marketing\UTILIDADES\LOGOS\SIDRASUL_menor.tif
EmbedByReference
\\192.168.1.248\marketing\UTILIDADES\LOGOS\SINETAMER.gif
Print
False
True
1
21.000165
29.699996
Centimeters
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
58 0 obj
<>stream
HW]ЏлЦ}чЏXПЕонйЯЧІ6іЉЉ/а u0эЫVхЫ{S$ПОgDRМб].W;sfЮЬ}-дЪhМд:дСэd$ттT|-о§хЃ_(HkЃїЩ
;
^њ}фKHcНТ;oЕ$Мѓ$і]ёнтнЧG%Gёсё}ё=Ў\ю
#НѕзчcЁ%ЎХsN(ЌС:ЪХєERв#іХђљX<Ў|іСЪM&>ыЅ#S.i|rЄI8eаиQПч3РХзnЮ§_bлпa5жJь|ЧXiЎІюAiЅdD№9;ыє№лДz31HTЦ.hОaеПmb№Ј/тПWП
ЎѓЗ]pF$Вn-хW]БГWpќЭcщф,#щp~G
іНЛфeЦ)Мб8=`Їі,ЩрqЪ#ъфD~cДЮYg;)&лњ№УЇqOјѓл8-Sp^xхdђ1Ьќ6*:ЏрБFмЮj/1мNJЋ" DiБ?Џ[кляXжRy=п2:ЪaSiЗЄв|bcВgћь=gЩЊ$ЕK7N2ЮЌ16ЇeP
ЏВЃ
nUvZУыфM2zљ0;d#se&єoё^\ЙeмZ9аmјШ1QoэМZPшјЦцЄН$ЭЯHбhSXЎOH) №ян_;%оїS<uзmT&ТLэАѓS#H !'І#
/ш#џrc XЁйuZ!1 Б&m б3$K#`ЦЪ;ЗWРі[PНЮe8лБA
љn!мNйr$рЗДhW№Ћ~
ЃнsШсГиЭ
ћЪАЏНZ{НТЕпBz_YЫтЛ0ЁЌАМ:l ЁoЯшшЁ cpШ0ДчаCИCт/J7яЃ6бА№мfМд8щЏ;@QoшlNЃЕ{ФНФЎMSsМєFNvё сmLцЈ!ЏЙ,НмЏYЯЯ"(6>уuф=[юG#Ь0^ЃМb[ѓьKuЂITк9